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%%Creator: PSLib
%%Creation-Date: 23/03/04 11:39
%%PageOrder: Ascend
%%EndComments
%%BeginProlog
%%BeginResource: definicoes
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currentpoint newpath moveto 3 2 roll dup true charpath gsave stroke grestore fill
stringwidth pop 3 2 roll add exch moveto}B/qc{currentpoint
currentpoint newpath moveto 3 2 roll dup true charpath clip
stringwidth pop 3 2 roll add exch moveto}B/qsc{currentpoint
currentpoint initclip newpath moveto 3 2 roll dup true charpath clip stroke
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currentpoint initclip newpath moveto 3 2 roll dup true charpath clip fill
stringwidth pop 3 2 roll add exch moveto}B/qfsc{currentpoint
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stringwidth pop 3 2 roll add exch moveto}B/qi{currentpoint
3 2 roll
stringwidth pop 3 2 roll add exch moveto}B/tr{currentpoint currentpoint 5 4 roll add moveto}B/rt{moveto}B/#copies{1}B
/reencdict 12 dict def /ReEncode { reencdict begin
/newcodesandnames exch def /newfontname exch def /basefontname exch def
/basefontdict basefontname findfont def /newfont basefontdict maxlength dict def
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8#160 /p 8#161 /q 8#162 /r 8#163 /s 8#164 /t 8#165 /u 8#166 /v 8#167 /w
8#170 /x 8#171 /y 8#172 /z 8#173 /braceleft 8#174 /bar 8#175 /braceright 8#176 /asciitilde
8#202 /quotesinglbase 8#203 /florin 8#204 /quotedblbase 8#205 /ellipsis 8#206 /dagger 8#207 /daggerdbl
8#210 /circumflex 8#211 /perthousand 8#212 /Scaron 8#213 /guilsinglleft 8#214 /OE
8#223 /quotedblleft 8#224 /quotedblright 8#225 /bullet 8#226 /endash 8#227 /emdash
8#230 /tilde 8#231 /trademark 8#232 /scaron 8#233 /guilsinglright 8#234 /oe 8#237 /Ydieresis
8#241 /exclamdown 8#242 /cent 8#243 /sterling 8#244 /currency 8#245 /yen 8#246 /brokenbar 8#247 /section
8#250 /dieresis 8#251 /copyright 8#252 /ordfeminine 8#253 /guillemotleft 8#254 /logicalnot 8#255 /hyphen 8#256 /registered 8#257 /macron
8#260 /degree 8#261 /plusminus 8#262 /twosuperior 8#263 /threesuperior 8#264 /acute 8#265 /mu 8#266 /paragraph 8#267 /periodcentered
8#270 /cedilla 8#271 /onesuperior 8#272 /ordmasculine 8#273 /guillemotright 8#274 /onequarter 8#275 /onehalf 8#276 /threequarters 8#277 /questiondown
8#300 /Agrave 8#301 /Aacute 8#302 /Acircumflex 8#303 /Atilde 8#304 /Adieresis 8#305 /Aring 8#306 /AE 8#307 /Ccedilla
8#310 /Egrave 8#311 /Eacute 8#312 /Ecircumflex 8#313 /Edieresis 8#314 /Igrave 8#315 /Iacute 8#316 /Icircumflex 8#317 /Idieresis
8#320 /Eth 8#321 /Ntilde 8#322 /Ograve 8#323 /Oacute 8#324 /Ocircumflex 8#325 /Otilde 8#326 /Odieresis 8#327 /multiply
8#330 /Oslash 8#331 /Ugrave 8#332 /Uacute 8#333 /Ucircumflex 8#334 /Udieresis 8#335 /Yacute 8#336 /Thorn 8#337 /germandbls
8#340 /agrave 8#341 /aacute 8#342 /acircumflex 8#343 /atilde 8#344 /adieresis 8#345 /aring 8#346 /ae 8#347 /ccedilla
8#350 /egrave 8#351 /eacute 8#352 /ecircumflex 8#353 /edieresis 8#354 /igrave 8#355 /iacute 8#356 /icircumflex 8#357 /idieresis
8#360 /eth 8#361 /ntilde 8#362 /ograve 8#364 /oacute 8#365 /ocircumflex 8#366 /odieresis 8#367 /divide
8#370 /oslash 8#371 /ugrave 8#372 /uacute 8#373 /ucircumflex 8#374 /udieresis 8#375 /yacute 8#376 /thorn 8#377 /ydieresis
] def
end
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[ /Creator (PSLib)
/Creation-Date (23/03/04 11:39 )
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%%EndProlog
%%BeginSetup
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%BeginFont: AlteSchwabacher
%!PS-AdobeFont-1.0: AlteSchwabacher 002.001
%%CreationDate: Sun Jul 29 07:25:15 2001
%%VMusage: 120000 150000
11 dict begin
/FontInfo 14 dict dup begin
/version (002.001) readonly def
/Notice (Copyright (c) Typographer Mediengestaltung, 2001. All rights reserved.) readonly def
/FullName (Alte Schwabacher) readonly def
/FamilyName (Alte Schwabacher) readonly def
/ItalicAngle 0 def
/isFixedPitch false def
/UnderlinePosition -100 def
/UnderlineThickness 50 def
/Weight (Regular) readonly def
end readonly def
/FontName /AlteSchwabacher def
/Encoding StandardEncoding def
/PaintType 0 def
/FontType 1 def
/FontMatrix [ 0.00100 0 0 0.00100 0 0 ] readonly def
/UniqueID 307438 def
/FontBBox { -162 -226 1426 936 } readonly def
currentdict end
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(dingungen,)p 7.83 w (denen)p 7.83 w (die)p 7.83 w (Naturgese\262e)p 7.83 w (entspre<en)p
320.00 568.64 a
(mu\337ten,)p 6.26 w (wenn)p 6.26 w (die)p 6.26 w (beiden)p 6.26 w (genannten)p 6.26 w (a\271gemeinen)p
320.00 554.64 a
(Prinzipien)p 3.54 w (wirkli<)p 3.54 w (zutre\252en)p 3.54 w (\134o\271ten.)p 3.54 w 3.54 w (Diesen)p 3.54 w (mu\337te)p
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(bewegte\51)p 5.38 w (Ma\275enpunkte,)p 5.38 w (wel<es)p 5.38 w (an)p 5.38 w (elektris<)p 5.38 w (ge\255)p
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(ladenen)p 4.38 w (Teil<en)p 4.38 w (vortre\252li<)p 4.38 w (be\276\344tigt)p 4.38 w (wurde.)p 4.38 w (Das)p
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(rie)p 3.19 w (betraf)p 3.19 w (die)p 3.19 w (tr\344ge)p 3.19 w (Ma\275e)p 3.19 w (k\366rperli<er)p 3.19 w (Sy\276eme.)p 3.19 w (Es)p
320.00 456.64 a
(ergab)p 3.36 w (\134i<,)p 3.36 w (da\337)p 3.36 w (die)p 3.36 w (Tr\344gheit)p 3.36 w (eines)p 3.36 w (Sy\276ems)p 3.36 w (von)p 3.36 w (\134ei\255)p
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(nem)p 5.29 w (Energieinhalt)p 5.29 w (abh\344ngen)p 5.29 w (m\374\275e,)p 5.29 w (und)p 5.29 w (man)p 5.29 w (ge\255)p
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(langte)p 3.31 w (geradezu)p 3.31 w (zu)p 3.31 w (der)p 3.31 w (Auffa\275ung,)p 3.31 w (da\337)p 3.31 w (tr\344ge)p 3.31 w (Ma\275e)p
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(ni<ts)p 5.21 w (anderes)p 5.21 w (\134ei)p 5.21 w (als)p 5.21 w (latente)p 5.21 w (Energie.)p 5.21 w (Der)p 5.21 w (Sa\262)p
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320.00 372.64 a
(haltung)p 3.09 w (der)p 3.09 w (Energie.)p 3.09 w
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(Die)p 3.10 w (\134pezie\271e)p 3.10 w (Relativit\344ts-Theorie,)p 3.10 w (wel<e)p 3.10 w (ni<ts)p
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(Maxwe\271-Loren\262's<en)p 3.42 w (Elektrodynamik,)p 3.42 w (wies)p 3.42 w (aber)p
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(der)p 3.60 w (phy\274kalis<en)p 3.60 w (Ge\134e\262e)p 3.60 w (vom)p 3.60 w (Bewegungszu\276ande)p
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(des)p 4.75 w (Koordinatensy\276ems)p 4.75 w (auf)p 4.75 w (glei<f\366rmige)p 4.75 w (Trans\255)p
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(lationsbewegungen)p 3.60 w (der)p 3.60 w (Koordinatensy\276eme)p 3.60 w (zu)p 3.60 w (ein\255)p
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(ander)p 3.36 w (bes<r\344nkt)p 3.36 w (\134ein?)p 3.36 w (Was)p 3.36 w (hat)p 3.36 w (die)p 3.36 w (Natur)p 3.36 w (mit)p 3.36 w (den)p
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(von)p 6.72 w (uns)p 6.72 w (eingef\374hrten)p 6.72 w (Koordinatensy\276emen)p 6.72 w (und)p
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(deren)p 3.65 w (Bewegungszu\276and)p 3.65 w (zu)p 3.65 w (thun?)p 3.65 w (Wenn)p 3.65 w (es)p 3.65 w (s<on)p
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(f\374r)p 3.94 w (die)p 3.94 w (Naturbes<reibung)p 3.94 w (n\366tig)p 3.94 w (i\276,)p 3.94 w (\134i<)p 3.94 w (eines)p 3.94 w (von)p
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(uns)p 6.81 w (wi\271k\374rli<)p 6.81 w (eingef\374hrten)p 6.81 w (Koordinatensy\276ems)p
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(zu)p 4.56 w (bedienen,)p 4.56 w (\134o)p 4.56 w (\134o\271te)p 4.56 w (die)p 4.56 w (Wahl)p 4.56 w (von)p 4.56 w (de\275en)p 4.56 w (Bewe\255)p
320.00 164.64 a
(gungszu\276and)p 8.14 w (keiner)p 8.14 w (Bes<r\344nkung)p 8.14 w (unterworfen)p
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(\134ein;)p 4.17 w (die)p 4.17 w (Ge\134e\262e)p 4.17 w (\134o\271ten)p 4.17 w (von)p 4.17 w (dieser)p 4.17 w (Wahl)p 4.17 w (ganz)p 4.17 w (un\255)p
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(abh\344ngig)p 3.09 w (\134ein)p 3.09 w (\50A\271gemeines)p 3.09 w (Relativit\344ts)p 3.09 w (Prinzip\51.)p 3.09 w
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(Die)p 4.50 w (Dur<f\374hrung)p 4.50 w (dieses)p 4.50 w (a\271gemeinen)p 4.50 w (Relativi\255)p
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(beherrs<t)p 3.71 w (wird)p 3.71 w (\50Glei<heit)p 3.71 w (der)p 3.71 w (tr\344gen)p 3.71 w (und)p 3.71 w (s<we\255)p
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(sy\276em,)p 3.79 w (wel<es)p 3.79 w (relativ)p 3.79 w (zu)p 3.79 w (einem)p 3.79 w (Inertialsy\276em)p 3.79 w (im)p
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(Sin-)p 4.13 w (ne)p 4.13 w (Newtons)p 4.13 w (in)p 4.13 w (glei<f\366rmiger)p 4.13 w (Rotation)p 4.13 w (be\255)p
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(gri\252en)p 5.37 w (i\276.)p 5.37 w (Die)p 5.37 w (relativ)p 5.37 w (zu)p 5.37 w (diesem)p 5.37 w (Sy\276em)p 5.37 w (au\263re\255)p
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(tenden)p 7.71 w (Zentrifugalkr\344\263e)p 7.71 w (m\374\275en)p 7.71 w (im)p 7.71 w (Sinne)p 7.71 w (von)p
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(eine)p 4.72 w (a\271gemeine)p 4.72 w (Relativit\344tstheorie)p 4.72 w (die)p 4.72 w (Ge\134e\262e)p 4.72 w (der)p
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(Gravitation)p 3.58 w (liefern)p 3.58 w (mu\337,)p 3.58 w (und)p 3.58 w (die)p 3.58 w (konsequente)p 3.58 w (Ver\255)p
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(folgung)p 4.52 w (des)p 4.52 w (Gedankens)p 4.52 w (hat)p 4.52 w (die)p 4.52 w (Ho\252nung)p 4.52 w (gere<t\255)p
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(fertigt.)p 3.09 w
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(Aber)p 4.99 w (der)p 4.99 w (Weg)p 4.99 w (war)p 4.99 w (s<werer)p 4.99 w (als)p 4.99 w (man)p 4.99 w (denken)p
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(\134o\271te,)p 7.60 w (weil)p 7.60 w (er)p 7.60 w (das)p 7.60 w (Aufgeben)p 7.60 w (der)p 7.60 w (Euklidis<en)p
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(Lagerungsgese\262en,)p 5.27 w (wel<e)p 5.27 w (die)p 5.27 w (euklidis<e)p 5.27 w (Geome\255)p
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(Die)p 6.42 w (Grundbegri\252e)p 6.42 w (\204Gerade\223,)p 6.42 w (\204Ebene\223)p 6.42 w (etc.)p 6.42 w (ver\255)p
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4.88 w (In)p 4.88 w (der)p 4.88 w (a\271gemeinen)p 4.88 w (Relativit\344tstheorie)p 4.88 w (\134pielt)p 4.88 w (die)p
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(h\344ngt)p 5.59 w (vielmehr)p 5.59 w (von)p 5.59 w (den)p 5.59 w (Gravitationsfeldern)p 5.59 w (ab,)p
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(die)p 3.09 w (\134elb\276)p 3.09 w (wieder)p 3.09 w (von)p 3.09 w (der)p 3.09 w (Materie)p 3.09 w (erzeugt)p 3.09 w (\134ind.)p 3.09 w
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(Die)p 5.92 w (neue)p 5.92 w (Theorie)p 5.92 w (der)p 5.92 w (Gravitation)p 5.92 w (wei<t)p 5.92 w (in)p
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(prinzipie\271er)p 3.30 w (Hin\274<t)p 3.30 w (von)p 3.30 w (der)p 3.30 w (Theorie)p 3.30 w (Newtons)p 3.30 w (be\255)p
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(deutend)p 8.52 w (ab.)p 8.52 w (Aber)p 8.52 w (ihre)p 8.52 w (praktis<en)p 8.52 w (Ergebni\275e)p
320.00 706.64 a
(\276immen)p 5.14 w (mit)p 5.14 w (denen)p 5.14 w (der)p 5.14 w (Newton's<en)p 5.14 w (Theorie)p 5.14 w (\134o)p
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(nahe)p 7.08 w (\374berein,)p 7.08 w (da\337)p 7.08 w (es)p 7.08 w (s<wer)p 7.08 w (f\344\271t,)p 7.08 w (Unters<ei\255)p
320.00 678.64 a
(dungs-Kriterien)p 4.10 w (zu)p 4.10 w (\2nden,)p 4.10 w (die)p 4.10 w (der)p 4.10 w (Erfahrung)p 4.10 w (zu\255)p
320.00 664.64 a
(g\344ngli<)p 3.09 w (\134ind.)p 3.09 w (Sol<e)p 3.09 w (haben)p 3.09 w (\274<)p 3.09 w (bis)p 3.09 w (je\262t)p 3.09 w (gefunden)p 3.09 w
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(1\51)p 4.51 w (in)p 4.51 w (der)p 4.51 w (Drehung)p 4.51 w (der)p 4.51 w (E\271ipsen)p 4.51 w (der)p 4.51 w (Planeten\255)p
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(bahnen)p 3.09 w (um)p 3.09 w (die)p 3.09 w (Sonne)p 3.09 w (\50beim)p 3.09 w (Merkur)p 3.09 w (be\276\344tigt\51)p 3.09 w
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(2\51)p 5.26 w (in)p 5.26 w (der)p 5.26 w (Kr\374mmung)p 5.26 w (der)p 5.26 w (Li<t\276rahlen)p 5.26 w (dur<)p
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(die)p 10.69 w (Gravitationsfelder)p 10.69 w (\50dur<)p 10.69 w (die)p 10.69 w (englis<en)p
320.00 570.64 a
(Sonnen\2n\276ernis-Aufnahmen)p 3.09 w (be\276\344tigt\51.)p 3.09 w
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(3\51)p 3.15 w (in)p 3.15 w (einer)p 3.15 w (Vers<iebung)p 3.15 w (der)p 3.15 w (Spektra\271inien)p 3.15 w (na<)p
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(dem)p 4.29 w (roten)p 4.29 w (Spektralende)p 4.29 w (hin)p 4.29 w (des)p 4.29 w (von)p 4.29 w (Sternen)p 4.29 w (be\255)p
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(deutender)p 4.27 w (Ma\275e)p 4.27 w (zu)p 4.27 w (uns)p 4.27 w (gesandten)p 4.27 w (Li<tes)p 4.27 w (\50bisher)p
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(ni<t)p 3.09 w (be\276\344tigt\51.)p 3.09 w
332.00 476.64 a
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(ers<eint)p 3.13 w (ohne)p 3.13 w (Zer\276\366rung)p 3.13 w (des)p 3.13 w (ganzen)p 3.13 w (Geb\344udes)p 3.13 w (un\255)p
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(m\366gli<.)p 3.09 w
332.00 380.64 a
(Niemand)p 3.71 w (aber)p 3.71 w (\134o\271)p 3.71 w (denken,)p 3.71 w (da\337)p 3.71 w (dur<)p 3.71 w (diese)p 3.71 w (oder)p
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(irgend)p 3.21 w (eine)p 3.21 w (andere)p 3.21 w (Theorie)p 3.21 w (Newtons)p 3.21 w (gro\337e)p 3.21 w (S<\366p\255)p
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(fung)p 7.75 w (im)p 7.75 w (eigentli<en)p 7.75 w (Sinne)p 7.75 w (verdr\344ngt)p 7.75 w (werden)p
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(k\366nnte.)p 3.31 w (Seine)p 3.31 w (klaren)p 3.31 w (und)p 3.31 w (gro\337en)p 3.31 w (Ideen)p 3.31 w (werden)p 3.31 w (als)p
320.00 324.64 a
(Fundament)p 5.43 w (un\134erer)p 5.43 w (ganzen)p 5.43 w (modernen)p 5.43 w (Begri\252sbil\255)p
320.00 310.64 a
(dung)p 3.46 w (auf)p 3.46 w (dem)p 3.46 w (Gebiete)p 3.46 w (der)p 3.46 w (natural)p 3.46 w (philosophie)p 3.46 w (ihre)p
320.00 296.64 a
(eminente)p 3.09 w (Bedeutung)p 3.09 w (in)p 3.09 w (a\271er)p 3.09 w (Zukun\263)p 3.09 w (behalten.[7])p 3.09 w
461.11 282.64 a
(Albert)p 3.07 w (Ein\276ein)p
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